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Permutation invariant boolean states
We give a self-contained proof of the following result: Finitely additive probability measures (also known as “states”) of the free boolean algebra
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Stationary states to a free boundary transmission problem for an electrostatically actuated plate
A two-dimensional free boundary transmission problem arising in the modeling of an electrostatically actuated plate is considered and a...
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Ramond States of the D1-D5 CFT Away from the Free Orbifold Point
The free orbifold point of the D1-D5 CFT must be deformed with a scalar marginal operator driving it to the region in moduli space where the...
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Copying quantum states
The no-broadcasting theorem in quantum information says that a set of states on a quantum system admits a common broadcasting (copying) operation if...
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Free gs-Monoidal Categories and Free Markov Categories
Categorical probability has recently seen significant advances through the formalism of Markov categories, within which several classical theorems...
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The existence of states based on Glivenko semihoops
In this paper, we mainly investigate the existence of states based on the Glivenko theorem in bounded semihoops, which are building blocks for the...
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On the Expansion of Resolvents and the Integrated Density of States for Poisson Distributed Schrödinger Operators
We consider a Schrödinger operator with random potential distributed according to a Poisson process. We show that under a uniform moment bound...
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Free End-Time Problems
This chapter provides necessary conditions of optimality for free end-time dynamic optimization problems, that is problems in which the left and...
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Free Boundary Problems for Compressible Flows
The macroscopic dynamics of compressible gasses and fluids are well described by the compressible Euler and Navier Stokes equations. In the simplest...
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Derivative-Free Methods for Unconstrained Optimization
In this chapter we introduce some classes of optimization methods that do not use derivatives of the objective function. After a short introduction,...
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Ground states for coupled NLS equations with double power nonlinearities
We study the existence of ground states (minimizers of an energy under a fixed masses constraint) for a system of coupled NLS equations with double...
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Distinguishing Between Long-Transient and Asymptotic States in a Biological Aggregation Model
Aggregations are emergent features common to many biological systems. Mathematical models to understand their emergence are consequently widespread,...
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Collapse of Dark States in Tavis–Cummings Model
The singlet state of a system of two two-level atoms changes smoothly, remaining dark, as the Hamiltonian TC is slowly deformed, despite the...
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Locally free Caldero–Chapoton functions via reflections
We study the reflections of locally free Caldero–Chapoton functions associated to representations of Geiß–Leclerc–Schröer’s quivers with relations...
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Model-Free Control of Time Delay Systems
In this chapter, we present delay compensation schemes for the stabilization of time delay systems using reinforcement learning (RL). An extended...
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A characterization of maximal homogeneous-quadratic-free sets
The intersection cut framework was introduced by Balas in 1971 as a method for generating cutting planes in integer optimization. In this framework,...
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Free-Boundary Problems for Wave–Structure Interactions in Shallow-Water: DG-ALE Description and Local Subcell Correction
We introduce a robust numerical strategy for the numerical simulation of several free-boundary problems arising in the study of nonlinear...
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Identification of Critical States of Technological Processes Based on Predictive Analytics Methods
AbstractThe paper proposes a predictive approach to assessing special classes of dangerous states in the development of technological processes in...
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Free Vibrations of Open Cylindrical Shells with Various Elliptic Cross Sections
We study free vibrations of open noncircular cylindrical shells with elliptic cross sections. A computational model based on the finite-element...